Candy Buying Puzzle: Solve the Mystery of the Four Children

One day after school, four children went to the mall to buy candy (Starbursts, Reeses, M&Ms, Snickers). Each child only purchased their favorite candy and each child had a different favorite. Each spent under $1.00 and each bought a different amount of their favorite candy. You should figure out each child's full name, the type and quantity of candy they bought, and how much each child spent.

1. Tyler, whose last name isn't Morgan, bought one piece less than the child who bought the 'Starbursts' but he spent $0.15 more.
2. Adam, who spent $0.35, spent the least. The child who bought the 'Reeses' spent the most.
3. Megan Wilson, who spent $0.10 more than Emma, spent $0.60.
4. The amount spent by each child, from the least to the most, was the child who bought the 'M&Ms', the child whose last name is Morgan, the child who bought the Starbursts, and the child whose last name is Lopez.
5. Tyler's last name isn't Bose.
6. The child who bought 10 'Snickers', whose last name isn't Bose, bought the largest quantity. The child who spent the most bought the smallest quantity.
7. The child who bought 7 'M&Ms' had 2 more pieces than the child who got the 'Reeses'.

Please enter your anser in this cell \ Tyler ______, Candy: _____, Quantity: ___, $0. Adam ______, Candy: _____, Quantity: ___, $0.35 Megan Wilson, Candy: _____, Quantity: ___, $0.60 Emma ______, Candy: _____, Quantity: ___, $0.??

Solution: Tyler Lopez, Candy: 'Starbursts', Quantity: 9, $0.30 Adam Morgan, Candy: 'M&Ms', Quantity: 7, $0.35 Megan Wilson, Candy: 'Snickers', Quantity: 10, $0.60 Emma Bose, Candy: 'Reeses', Quantity: 5, $0.50